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Body Physics: Motion to Metabolism: Supporting the Body

Body Physics: Motion to Metabolism
Supporting the Body
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table of contents
  1. Cover
  2. Title Page
  3. Copyright
  4. Dedication
  5. Table Of Contents
  6. Why Use Body Physics?
  7. When to use Body Physics
  8. How to use Body Physics
  9. Tasks Remaining and Coming Improvements
  10. Who Created Body Physics?
  11. Unit 1: Purpose and Preparation
    1. The Body's Purpose
    2. The Purpose of This Texbook
    3. Prepare to Overcome Barriers
    4. Prepare to Struggle
    5. Prepare Your Expectations
    6. Prepare Your Strategy
    7. Prepare Your Schedule
    8. Unit 1 Review
    9. Unit 1 Practice and Assessment
  12. Unit 2: Measuring the Body
    1. Jolene's Migraines
    2. The Scientific Process
    3. Scientific Models
    4. Measuring Heart Rate
    5. Heart Beats Per Lifetime
    6. Human Dimensions
    7. Body Surface Area
    8. Dosage Calculations
    9. Unit 2 Review
    10. Unit 2 Practice and Assessment
  13. Unit 3: Errors in Body Composition Measurement
    1. Body Mass Index
    2. The Skinfold Method
    3. Pupillary Distance Self-Measurement
    4. Working with Uncertainties
    5. Other Methods of Reporting Uncertainty*
    6. Unit 3 Review
    7. Unit 3 Practice and Assessment
  14. Unit 4: Better Body Composition Measurement
    1. Body Density
    2. Body Volume by Displacement
    3. Body Weight
    4. Measuring Body Weight
    5. Body Density from Displacement and Weight
    6. Under Water Weight
    7. Hydrostatic Weighing
    8. Unit 4 Review
    9. Unit 4 Practice and Assessment
  15. Unit 5: Maintaining Balance
    1. Balance
    2. Center of Gravity
    3. Supporting the Body
    4. Slipping
    5. Friction in Joints
    6. Tipping
    7. Human Stability
    8. Tripping
    9. Types of Stability
    10. The Anti-Gravity Lean
    11. Unit 5 Review
    12. Unit 5 Practice and Assessment
  16. Unit 6: Strength and Elasticity of the Body
    1. Body Levers
    2. Forces in the Elbow Joint
    3. Ultimate Strength of the Human Femur
    4. Elasticity of the Body
    5. Deformation of Tissues
    6. Brittle Bones
    7. Equilibrium Torque and Tension in the Bicep*
    8. Alternative Method for Calculating Torque and Tension*
    9. Unit 6 Review
    10. Unit 6 Practice and Assessment
  17. Unit 7: The Body in Motion
    1. Falling
    2. Drag Forces on the Body
    3. Physical Model for Terminal Velocity
    4. Analyzing Motion
    5. Accelerated Motion
    6. Accelerating the Body
    7. Graphing Motion
    8. Quantitative Motion Analysis
    9. Falling Injuries
    10. Numerical Simulation of Skydiving Motion*
    11. Unit 7 Review
    12. Unit 7 Practice and Assessment
  18. Unit 8: Locomotion
    1. Overcoming Inertia
    2. Locomotion
    3. Locomotion Injuries
    4. Collisions
    5. Explosions, Jets, and Rockets
    6. Safety Technology
    7. Crumple Zones
    8. Unit 8 Review
    9. Unit 8 Practice and Assessment
  19. Unit 9: Powering the Body
    1. Doing Work
    2. Jumping
    3. Surviving a Fall
    4. Powering the Body
    5. Efficiency of the Human Body
    6. Weightlessness*
    7. Comparing Work-Energy and Energy Conservation*
    8. Unit 9 Review
    9. Unit 9 Practice and Assessment
  20. Unit 10: Body Heat and The Fight for Life
    1. Homeostasis, Hypothermia, and Heatstroke
    2. Measuring Body Temperature
    3. Preventing Hypothermia
    4. Cotton Kills
    5. Wind-Chill Factor
    6. Space Blankets
    7. Thermal Radiation Spectra
    8. Cold Weather Survival Time
    9. Preventing Hyperthermia
    10. Heat Death
    11. Unit 10 Review
    12. Unit 10 Practice and Assessment Exercises
  21. Laboratory Activities
    1. Unit 2/3 Lab: Testing a Terminal Speed Hypothesis
    2. Unit 4 Lab: Hydrostatic Weighing
    3. Unit 5 Lab: Friction Forces and Equilibrium
    4. Unit 6 Lab: Elastic Modulus and Ultimate Strength
    5. Unit 7 Lab: Accelerated Motion
    6. Unit 8 Lab: Collisions
    7. Unit 9 Lab: Energy in Explosions
    8. Unit 10 Lab: Mechanisms of Heat Transfer
  22. Design-Build-Test Projects
    1. Scale Biophysical Dead-lift Model
    2. Biophysical Model of the Arm
    3. Mars Lander
  23. Glossary

38

Supporting the Body

Support Force (Normal Force)

When standing on the ground gravity is pulling you down, but you aren’t falling. In fact you are in static equilibrium so the ground must be providing a supporting force that balances your weight. The ground provides that force in response to compression caused by your weight. When solid objects push back against forces that are deforming them we call that responsive push-back the Normal Force.

Reinforcement Activity

Push your finger down into your palm and feel the resistance from your palm.

That resistance is the normal force.

The normal force is a reactive force, meaning it only exists in response to a push from another object. When you pull your finger away from your palm, the normal force from your palm goes away.

Everyday Example[1]

In the diagram below, we see a person placing a bag of dog food on a table. When the bag of dog food is placed on the table, and the person lets go, how does the table exert the force necessary to balance the weight of the bag? While you wouldn’t see it with your naked eye, the table sags slightly under the load (weight of the bag). This would be noticeable if the load were placed on a thin plywood table, but even a sturdy oak table deforms when a force is applied to it.  That resistance to deformation causes a restoring force much like a deformed spring (or a trampoline or diving board). When the load is placed on the table, the table sags until the restoring force becomes as large as the weight of the load, putting the load in equilibrium. The table sags quickly and the sag is slight, so we do not notice it, but it is similar to the sagging of a trampoline or a hammock when you climb on.

Figure a shows a person holding a bag of dog food just above a table. Force F subscript hand points up and force F subscript g points down. Figure b shows the bag placed on the table, which sags with the weight. Force N points up and force F subscript g points down.
The person holding the bag of dog food must supply an upward force equal in size and opposite in direction to the force of gravity on the food. The card table sags when the dog food is placed on it, much like a stiff trampoline. Elastic restoring forces in the table grow as it sags until they supply a normal force equal in size to the to the weight of the load. Image credit: University Physics

Normal Force and Weight

If you place an object on a table the normal force from the table supports the weight of the object. For this reason normal force is sometimes called support force. However, normal is another word for perpendicular,  so we will stick with normal force because it reminds us of the important fact that the normal force always acts at an angle of 90° to the surface. That does not mean the normal force always point vertically, nor is it always equal to an object’s weight. If you push horizontally on the wall, the wall pushes back (keeping your hand from moving through the wall). The force from the wall is a normal force, but it acts horizontally and is not equal to your weight.

Left: A person leans against a wall. An arrow labeled normal force points horizontally outward from the wall at the point of contact between the person and wall. Center: A person climbs up a steep snow slope in the mountains. An arrow labeled normal force points from their feet up and out, perpendicular to the slope. Right: A soldier drills a hole in a runway. Arrows point upward from each of the points of contact, her two feet and the drill bit.
Situations where normal force is not equal to the weight of the object. Adapted from Garscon Plancher” by Obiwancho, and “Trek on the Viedma Glacier” by Liam Quinn “U.S. Air Force Chief Master Sgt. Suzan Sangster”released  by the United States Armed Forces with the ID 090815-F-3140L-048

[2] [3] [4]

In each situation pictured above the normal force is not equal to body weight. In the left image the normal force is less than body weight, and acting horizontally. In the middle image the normal force is less than body weight and acting at an angle. In the right image the normal force on the drill is more than it’s own weight because Master Sgt. Sangster is also pushing down on the drill. The normal force on Master Sgt. Sangster’s feet is less than her weight because she is also receiving an upward normal force from the drill handle.

Often (N) is used as a symbol for normal force, but we are using N to abbreviate for the SI force unit Newtons, so instead we will use F_N. The normal force comes up so often students often accidentally begin to refer to normal force as “natural force” instead, so watch out for that possible source of confusion.

Reinforcement Exercises: Normal Force

An interactive or media element has been excluded from this version of the text. You can view it online here:
https://openoregon.pressbooks.pub/bodyphysics/?p=973

  1. OpenStax University Physics, University Physics Volume 1. OpenStax CNX. Jul 11, 2018 http://cnx.org/contents/d50f6e32-0fda-46ef-a362-9bd36ca7c97d@10.18↵
  2. "Garscon Plancher" by Obiwancho , Wikimedia Commons is licensed under CC BY-SA 3.0↵
  3. "U.S. Air Force Chief Master Sgt. Suzan Sangster", Wikimedia Commons is in the Public Domain,  ↵
  4. "Trek on the Viedma Glacier" by Liam Quinn , Wikimedia Commons is licensed under CC BY-SA 2.0↵

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Copyright © 2020 by Lawrence Davis. Body Physics: Motion to Metabolism by Lawrence Davis is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License, except where otherwise noted.
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